0000:00:00:00:00Start2Number 2ExplanationGiven y=−x2−2x+8y = -x^2 - 2x + 8y=−x2−2x+8, the equation of the tangent line at the point with abscissa −2-2−2 is...y=2x−4y = 2x - 4y=2x−4y=−2x−2y = -2x - 2y=−2x−2y=−2x+4y = -2x + 4y=−2x+4y=2x+12y = 2x + 12y=2x+12y=−2x+12y = -2x + 12y=−2x+12
2Number 2ExplanationGiven y=−x2−2x+8y = -x^2 - 2x + 8y=−x2−2x+8, the equation of the tangent line at the point with abscissa −2-2−2 is...y=2x−4y = 2x - 4y=2x−4y=−2x−2y = -2x - 2y=−2x−2y=−2x+4y = -2x + 4y=−2x+4y=2x+12y = 2x + 12y=2x+12y=−2x+12y = -2x + 12y=−2x+12
